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254A, Notes 1: Elementary multiplicative number theory | Qingtian's Garden 晴天的后花园
https://cnpde.wordpress.com/2014/12/01/254a-notes-1-elementary-multiplicative-number-theory
Qingtian's Garden 晴天的后花园. A blog for mathematicians. December 1, 2014. 254A, Notes 1: Elementary multiplicative number theory. In analytic number theory, an arithmetic function. But we will restrict attention here to the classical situation of real or complex arithmetic functions.) Experience has shown that a particularly tractable and relevant class of arithmetic functions for analytic number theory are the multiplicative functions. Latex displaystyle f(nm) = f(n) f(m) (1)&fg=000000$. 18,449 more words.
March | 2013 | Qingtian's Garden 晴天的后花园
https://cnpde.wordpress.com/2013/03
Qingtian's Garden 晴天的后花园. A blog for mathematicians. Archive for March, 2013. What is good math? On March 21, 2013. 254A, Notes 1: Elementary multiplicative number theory. What is good math? Basics of Riemann Geometry 3. Create a free website or blog at WordPress.com.
December | 2014 | Qingtian's Garden 晴天的后花园
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Qingtian's Garden 晴天的后花园. A blog for mathematicians. Archive for December, 2014. 254A, Notes 1: Elementary multiplicative number theory. On December 1, 2014. 254A, Notes 1: Elementary multiplicative number theory. What is good math? Basics of Riemann Geometry 3. Blog at WordPress.com.
What is good math? (I) | Qingtian's Garden 晴天的后花园
https://cnpde.wordpress.com/2013/03/21/what-is-good-math-i
Qingtian's Garden 晴天的后花园. A blog for mathematicians. March 21, 2013. What is good math? This is a rather big title for me, maybe for most people even for many professional mathematicians. However, I’d like to write some words here, just for a record for my present understanding. 1st class is introducing new concept and building new theory. 2nd class is expressing new ideas and making new tools. If judging it in this view, PDE is far from the good math. To be continued……. Leave a Reply Cancel reply.
Basics of Riemann Geometry 3 | Qingtian's Garden 晴天的后花园
https://cnpde.wordpress.com/2012/09/18/basics-of-riemann-geometry-3
Qingtian's Garden 晴天的后花园. A blog for mathematicians. September 18, 2012. Basics of Riemann Geometry 3. I will devote this article to Cartan’s package. Is a vector field on. Is diffeomorphism, and its inverse is. Of a tensor is defined as. Define interior product of tensor. Cartan’s package is. Suppose it holds for. Then we can prove it also holds for. Supppose it holds for. Laquo; Fourier series 1. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:.
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Madelung version of Schrödinger: a link between classical and quantum mechanics | Snapshots in Mathematics !
https://nttoan81.wordpress.com/2015/08/04/madelung-version-of-schrodinger-a-link-between-classical-and-quantum-mechanics
Toan Nguyen's blog. Laquo; Grenier’s nonlinear iterative scheme. Stability of a collisionless plasma. Madelung version of Schrödinger: a link between classical and quantum mechanics. August 4, 2015 by nttoan81. This week I am at the Wolfgang Pauli Institute. I also spoke on the Grenier’s iterative scheme, as discussed in my previous blog. In 1925, Erwin Schrödinger wrote down the famous Schrödinger equations to model quantum mechanics. Almost immediately after that in 1926, Erwin Madelung (also Erwin!
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Qingtian's Garden 晴天的后花园 | A blog for mathematicians
Qingtian's Garden 晴天的后花园. A blog for mathematicians. December 1, 2014. 254A, Notes 1: Elementary multiplicative number theory. In analytic number theory, an arithmetic function. But we will restrict attention here to the classical situation of real or complex arithmetic functions.) Experience has shown that a particularly tractable and relevant class of arithmetic functions for analytic number theory are the multiplicative functions. Latex displaystyle f(nm) = f(n) f(m) (1)&fg=000000$. 18,449 more words.
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